Prove that

To prove: tan(
)+ tan(
) = 2secx
Proof: Consider, L.H.S = tan(
)+ tan(
)
tan(
)+ tan(
) =
+![]()
(
)
=
+![]()
=
+ ![]()
=
+ ![]()
= ![]()
By Expanding the numerator we get,
=
(
)
tan(
)+ tan(
) = 2secx = R.H.S
since L.H.S = R.H.S, Hence proved.
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